NUMERICAL INVERSE LAPLACE TRANSFORM BASED ON BERNOULLI POLYNOMIALS OPERATIONAL MATRIX FOR SOLVING NONLINEAR DIFFERENTIAL EQUATIONS

Numerical inverse Laplace transform based on Bernoulli polynomials operational matrix for solving nonlinear differential equations

A numerical inverse Laplace transform method is established using Bernoulli polynomials operational matrix of integration.The efficiency of the method is demonstrated through some standard nonlinear differential equations: Duffing equation, Van der Pol u60 hisense price equation, Blasius equation and jerk equation.The solution approach is to adopt

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